fkasiar,zeljkogmacs.ece.mcgill.ca In this paper, we consider verification under error-model assumption. We exploit the algebraic properties of the arith-metic transforms that are used in compact graph-based rep-resentations of arithmetic circuits, such as *BMDs. Verifi-cation time can be shortened under assumption of corrupt-ing a bounded number of transform coefficients. Bounds are derived for a number of test vectors, and the vectors suc-cessfully verified arithmetic circuits under a class of error models derived from recently proposed basic design error classes, including single stuck-at faults. 1
International audienceThe paper presents a new approach to functional, bit-level verification of ari...
International audienceThe paper presents an algebraic approach to functional verification of gate-le...
[[abstract]]This paper addresses the problem of locating error sources in an erroneous combinational...
In this thesis we consider a variety of circuit verification approaches, from simulation-based veri...
Abstract—In this paper, we investigate methodology for simulation-based verification under a fault m...
We address verification of imprecise datapath circuits with sequential elements. Using Arithmetic Tr...
thesisFormal verification of arithmetic circuits checks whether or not a gate-level circuit correctl...
In this paper, we address the issue of obtaining compact canonical representations of datapath circu...
If real number calculations are implemented as circuits, only a limited preciseness can be obtained....
Binary moment diagrams (BMDs) provide a canonical representation for linear functions similar to the...
We propose a normalization technique for verifying arithmetic circuits in a bounded model checking e...
International audienceVarious methods have been proposed for fault detection and fault tolerance in...
This thesis presents the results of an investigation into the applicability of Arithmetic Decomposit...
[[abstract]]This paper addresses the problem of locating error sources in an erroneous combinational...
[[abstract]]This paper addresses the problem of locating error sources in an erroneous combinational...
International audienceThe paper presents a new approach to functional, bit-level verification of ari...
International audienceThe paper presents an algebraic approach to functional verification of gate-le...
[[abstract]]This paper addresses the problem of locating error sources in an erroneous combinational...
In this thesis we consider a variety of circuit verification approaches, from simulation-based veri...
Abstract—In this paper, we investigate methodology for simulation-based verification under a fault m...
We address verification of imprecise datapath circuits with sequential elements. Using Arithmetic Tr...
thesisFormal verification of arithmetic circuits checks whether or not a gate-level circuit correctl...
In this paper, we address the issue of obtaining compact canonical representations of datapath circu...
If real number calculations are implemented as circuits, only a limited preciseness can be obtained....
Binary moment diagrams (BMDs) provide a canonical representation for linear functions similar to the...
We propose a normalization technique for verifying arithmetic circuits in a bounded model checking e...
International audienceVarious methods have been proposed for fault detection and fault tolerance in...
This thesis presents the results of an investigation into the applicability of Arithmetic Decomposit...
[[abstract]]This paper addresses the problem of locating error sources in an erroneous combinational...
[[abstract]]This paper addresses the problem of locating error sources in an erroneous combinational...
International audienceThe paper presents a new approach to functional, bit-level verification of ari...
International audienceThe paper presents an algebraic approach to functional verification of gate-le...
[[abstract]]This paper addresses the problem of locating error sources in an erroneous combinational...